Correct Answer - B
The radius of the circular followed by the masses is `r = l sin alpha`
As, angular momentum, `L = r xx p = r xx mv`
`rArr |L| = l sin theta (m omega l sin theta)`
On differentiating, we get
`(d|L|)/(dt)=momega l^(2)2 sin theta. cos theta (d theta)/(dt)`
`rArr |(dL)/(dt)|=2ml^(2) omega^(2)sin theta. cos theta =ml^(2)omega^(2) sin 2 theta`.